Write a statement that represents the relationship between the following.
-$A = \{ x \mid 2

Question

Write a statement that represents the relationship between the following.
-$A = \{ x \mid 2 < x < 6 , x \in N \}$ and 2
A) $2 = \mathrm { A }$
B) $2 \in \mathrm { A }$
C) $2 \subset \mathrm { A }$
D) $2 \notin \mathrm { A }$

Quizplus · Accepted Answer

The set $A$ is defined as the set of natural numbers greater than 2 and less than 6. Since 2 is not greater than itself, it is not included in the set $A$, hence $2 \notin \mathrm { A }$.

Write a Statement That Represents the Relationship Between the Following A={x∣2<x<6,x∈N}A = \{ x \mid 2 < x < 6 , x \in N \}A={x∣2<x<6,x∈N}

Write a Statement That Represents the Relationship Between the Following $A = \{ x \mid 2 < x < 6 , x \in N \}$